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It is proved that the projection constants of two-and three-dimensional spaces are bounded by 4/3 and (1 + √ 5)/2, respectively. These bounds are attained precisely by the spaces whose unit balls are the regular hexagon and dodecahedron. In fact, a general inequality for the projection constant of a real or complex n-dimensional space is obtained and the… (More)
The purification of poliovirus protease 2A from infected cells by a functional assay is described. A small synthetic peptide was cleaved specifically by an esterase present in poliovirus-infected cells. Since the enzyme proved extremely unstable in crude extracts a rapid and efficient purification procedure had to be developed. By treatment with different… (More)
Vector-valued L p-convergence of orthogonal series and Lagrange interpolation. Abstract We give necessary and sufficient conditions for interpolation inequalities of the type considered by Marcinkiewicz and Zygmund to be true in the case of Banach space-valued polynomials and Jacobi weights and nodes. We also study the vector-valued expansion problem of L… (More)
We discuss the addition theorem for spherical functions and its application to a proof of the classical Grothendieck inequality where the best constant is still unknown.
We present a detailed and complete calculation of the gluino and scalar quarks contribution to the flavour-changing top quark decay into a charm quark and a photon, gluon, or a Z 0 boson within the minimal supersymmetric standard model including flavour changing gluino-quarks-scalar quarks couplings in the right-handed sector. We compare the results with… (More)
An unusual climatic condition in Sarajevo results in mammoth snowfalls that guarantee top skiing from December well into May.